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Congruences for central binomial sums and finite polylogarithms
We prove congruences, modulo a power of a prime p, for certain finite sums
involving central binomial coefficients
Some binomial sums involving absolute values
We consider several families of binomial sum identities whose definition
involves the absolute value function. In particular, we consider centered
double sums of the form obtaining new results in the cases . We show that there is a close connection between these double sums in the
case and the single centered binomial sums considered by Tuenter.Comment: 15 pages, 19 reference
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